The speaker shares his journey from a math-loving child to a successful mathematician and investor. He discusses his academic experiences at MIT and Berkeley, his research on differential geometry and minimal surfaces, and his contributions to the Churn-Simons Theory. Later, he transitions into the world of investments, creating a successful hedge fund, and eventually focuses on philanthropy, establishing a foundation to support scientific research.

What is the main theme of the speaker's life story?

• A passion for art and music

• A journey of math, wealth, and giving

• A career in politics

• A focus on sports achievements

What mathematical concept did the speaker explore as a child?

• Fibonacci sequence

• Zeno's Paradox

• Pythagorean theorem

• Euler's formula

Where did the speaker attend university for his undergraduate studies?

• California Institute of Technology

• Stanford University

• Massachusetts Institute of Technology (MIT)

• Harvard University

What field of mathematics did the speaker find most interesting during his studies?

• Number Theory

• Differential Geometry

• Combinatorics

• Topology

What was the speaker's significant contribution to the field of minimal surfaces?

• Creating a new type of surface

• Developing a new mathematical model

• Solving the problem through ambient dimension seven

• Proving a new theorem in two dimensions

What position did the speaker hold at Stony Brook University?

• Head of Research

• Professor of Physics

• Dean of Science

• Chair of the Math Department

What is the Chern-Simons Theory known for?

• Its application in biology

• Its relevance in physics

• Its use in computer science

• Its impact on chemistry

What did the speaker do after making a significant amount of money from his hedge fund?

• Invested in real estate

• Started a new business

• Established a foundation

• Retired from all activities

What was the primary focus of the speaker's foundation?

• Environmental conservation

• Arts and culture

• Political advocacy

• Scientific research